thanks for your help!
I had an additional question to what you have explained. I have used the perturbation method for solving a set of non-linear differential equations where \epsilon was not small, however the terms x_0,x_1,x_2...etc. get progressively smaller.
I have worked out the...
Problem Solved (via problem avoidance)
As mentioned I am trying to find the average power of the summation of multiple wave forms. The problem is essentially this without all the coefficients:
P_{avg}=\frac{\int_0^T[sin(wt)+sin(w(n+1)t)+sin(w(2n+1)t)]^2}{T}
where T is a common integer...
Thanks for your reply.
I should have mentioned I am trying to solve this analytically. I am attempting to do the integration analytically so that my optimization code doesn't have to run through it each and every iteration
Hi Everyone,
First time poster, longtime viewer of these forums. Love the help that the community gives.
Just so you know where I am coming from:
I am trying to calculate the average power by first calculating the total energy of my system. Specifically I am looking at the energy...